Berrien County Math & Science Center
Mathematics
Keith G. Calkins was located in the
Andrews University
Mathematics Department room HYH114 in the
Science Complex,
where, from 1993 until 1997 he taught all
high school level mathematics
classes for the
Berrien County Math & Science Center.
Since fall of 1997 he has continued this work, but in exile on the north side of campus
(Smith Hall).
In addition to the pre-expansion classes (30 students or less),
he has been team teaching the expansion classes (50 students or less) first
with Roberto Ordonez (1997-98), then with Aurora Burdick (1998-99).
For 1999-00 he will team teach Geometry (freshmen) with Shirleen Luttrell,
team teach Algebra II (sophomores) with Aurora Burdick,
and develop the new course of AP Statistics (11 juniors) while
Aurora teaches two sections of Precalculus (most of the rest of the juniors).
Keith is/was a member of the following professional and honor societies:
MAA,
AMS,
SIAM,
Pi Mu Epsilon,
APS,
Sigma Pi Sigma,
Sigma Xi, and
Phi Kappa Phi.
All Math & Science Center students are required to have a
TI-series,
programmable,
graphing calculator.
We attempt to train our students to take the PSAT and SAT tests and end their experience
with the Advanced Placement Calculus test.
The following information is also available:
what's new,
semester exam schedule,
class officers,
class schedule,
contest information,
Statistics Links,
syllabi,
miscellanious forms,
good books on mathematics, and
also some jokes.
Students by class level:
college graduates,
college seniors,
college juniors,
college sophomores,
college freshmen,
seniors,
juniors,
sophomores, or
freshmen.
Students by graduation year:
1995,
1996,
1997,
1998,
1999,
2000,
2001,
2002, or
2003.
Pictures,
Siblings,
Dropouts,
Late joiners.
Grades:
senior,
junior,
sophomore, or
freshman.
Projects:
Freshman,
Sophomore,
Junior, or
96-97 Proofs.
Assignments:
Numbers,
Statistics,
Geometry,
Algebra II,
Precalculus, or
AP Calculus AB.
Assistants (present):
Lisa,
John C.,
James,
Rita,
Barbara M.,
Jenny, and
Shirleen.
Assistants (past):
Gwen,
Lorie,
Marvin,
Helen,
Barbara R.,
Rachel,
Rick,
Pete,
Wayne,
Jon.
Honored teacher for:
| |
| | |
| | |
|
| | Rebecca Shelton, 1996
| | | Kara Lindstedt, 1997
| | | Shawn Gano, 1998
|
Rebecca Shelton and Scott Maurer were 4.0 validictorians at Niles 1996.
Kara Lindstedt, Rashmi Bhat, and Ryan Mason were 4.0 validictorians at Niles 1997.
Shawn Gano was a 4.0 validictorian at Niles 1998.
Other Math Teachers:
Ray Paden taught Geometry in 1991-92.
Amer Shaw (sorry I don't have the long version of those names)
tried to teach Geometry and Algebra II in 1992-93
(while the students chanted camel, camel, camel).
Keith G. Calkins taught all the ISD math 1993-97
and team taught Geometry in 1997-98 with
Roberto Ordonez.
Keith team taught Geometry and Algebra II in 1998-99 with
Aurora Burdick.
Keith will be team teaching Geometry with Shirleen Luttrell and
Algebra II with Aurora Burdick. Precalculus will be Aurora's
responsibility (a big and a small section), while Keith teaches
AP Statistics (and AP Calculus, etc.)
Cybersurfari:
Chris Carlson and Matt Proctor won second place ($1000) in
Cyber Safari '95;
Shawn Gano, Greg Bischoff, and Brandon Stacey won second place ($2500) in
Cyber Safari '96, and
Rashmi Bhat, Cami Head, Kara Lindstedt, and Becky Stowers won third place ($1000)
in Cyber Safari '96.
In Oct. 1997 Shawn Gano, Greg Bischoff, Brandon Stacey, Travis Binkley,
and Chad Weeks captured first place!
In Oct. 1998 John Hall, Mark Gano, Mike Arendt, Ryan Dickey, and Tom Moore captured first place!
Web texts:
Summer Algebra,
TI-83,
Numbers,
Units,
Stat. Intro.,
Math Proofs, and
Above Integrated.
Some students are developing web pages for some of my favorite math problems such as:
-
pi to over 40000 decimal places
and how to compute it.
- Archimedes' Problema Bovinum
- Pentominoes
- Red Donkey (SA Feb. '64, pg 122+March '64).
- Even and Odd? Perfect Numbers
- The Four-Color Problem.
- Pentium Floating-Point Division Error.
- Fermat's Last Theorem.
- pi, e, etc. transcendental.
- 0^0=1 should be true.
- The Four Ancient Impossible Constructions:
trisecting an angle,
squaring a circle, doubling cube, and construction a regular heptagon.
- Kepler's Conjecture of Compact Spheres.
- Shawn's & Travis's Isaac Newton pages.
- Chess
Checkers,
Go,, and
Othello. etc.
- Rubik's puzzles:
Cube,
Revenge, Clocks, Link-the-Rings, Unlink-the-Rings, the missing link, etc.
- Other puzzles: Tower of Hanoi, Chinese Needle, Peg Hop, etc.
- Other games: Mill (9 Men's Morris), etc.
- There are infinitely many Carmichael Numbers. (Julie Marston, 1993).
- Mother Worm's Blanket (smallest 2-D region covering any unit curve) SA 1/96 pg. 98.
For a little
NCTM
standards
controversy check out
Saxon Publishing.